Answer: they are similar because of the same side lengths
Step-by-step explanation:
Answer:
A solid with surface area 216 square meters and volume 324 cubic meters is dilated by a scale factor of k to obtain a solid with surface area 24 square meters. Find the value of k which leads to an image with the given surface area. Find the volume of the dilated solid.
Here, we are required to determine how many <em>perfect cube divisors</em> <em>160,000</em> has.
160,000 has three(3) perfect cube divisors namely;. 8, 8 and 125
To determine how many perfect cube divisors 160,000 has;
We first need to highlight the <em>factors</em> of 160,000 as follows;
<em>(2 × 2 × 2) × (2 × 2 × 2) × 2 × 2 × (5 × 5 × 5) × 5</em>
As such, the product of numbers in each bracket yield a perfect cube; the expression above then becomes;
<em>2 × 2 × 5</em> × 8 × 8 × 125.
Therefore, 160,000 has three(3) perfect cube divisors namely;. 8, 8 and 125
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6m^2n^2 - 3mn + 4mn + 13m^2n^2 + 9
combine like terms
19m^2n^2 + mn + 9 <==
Answer:
586 cm^3 and 486 in^2
Step-by-step explanation:
4) The volume of the triangular prims is (1/2)*(a*c*h) = 0.5*(8*9*16)=586 cm^3
5) Wrapping paper needed is equal to the surface area of the cube, 6s^2=486 in^2